<snapdata remixID="10159736"><project name="Lab 2.1 - Squares and Triangles Redux" app="Snap! 6, https://snap.berkeley.edu" 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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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